Views of Pi: definition and computation
... Then obviously, as soon as one has a description of the derivative of the cosine function, one can deduce a description of the derivative of the sine function. The derivation formulas are important, because the derivative for the tangent function is obtained from the derivatives for the cosine and s ...
... Then obviously, as soon as one has a description of the derivative of the cosine function, one can deduce a description of the derivative of the sine function. The derivation formulas are important, because the derivative for the tangent function is obtained from the derivatives for the cosine and s ...
4CCM115A and 5CCM115B Numbers and Functions
... Of course, in the last example, 2 and 3 can be replaced by any real numbers. In setting up a function, there is sometimes a certain freedom in choosing the sets A and B. For example, the square root can be defined either as a function from [0, ∞) to [0, ∞) or as a function from [0, ∞) to R. We will ...
... Of course, in the last example, 2 and 3 can be replaced by any real numbers. In setting up a function, there is sometimes a certain freedom in choosing the sets A and B. For example, the square root can be defined either as a function from [0, ∞) to [0, ∞) or as a function from [0, ∞) to R. We will ...
Linear Hashing Is Awesome - IEEE Symposium on Foundations of
... are tight. There are no results showing that the bounds in Results (ii)–(iv) are tight for h. Instead it is shown in [4], [5] that there exist 2-independent hash functions for which the upper bounds in Results (ii)–(iv) are tight. This shows that we either have to use Property (2) or find a new prope ...
... are tight. There are no results showing that the bounds in Results (ii)–(iv) are tight for h. Instead it is shown in [4], [5] that there exist 2-independent hash functions for which the upper bounds in Results (ii)–(iv) are tight. This shows that we either have to use Property (2) or find a new prope ...
